@keyframes rwdcur71627 {
0%,0.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/ElEQVRYhb2WO4hdVRSGv/2859y5M5P4QIiNTUARCZI0phELQQQLQayioBgRsdDGR6zsfKCVtRYqGMVXMNEIGhMLiYpCCCkSEyGGwZlMJpM793Feey2LwblpDDlDJgtOszhr7W+vvfb6t2Ed9vP+h9VNj6mzEY0f0Zc+D+04adaTy7YN+P2bXZpNR2KeEbKIhIDtBD49vkWvC0DcHPGbPEx7fjw4hMyjmaWJlr3f724N0RqgM9vB5JGDXy+QVDnw0XnGfhXgr8XjbdPhW0dkHmzG1Mwmnnt6nwH4+KkdOjKOURpvPICJGY3W5NOzaz6JEQg0tnVB2wNUZgp1FdiVNZ8NOVa7GBdaA7RGLunS0KUmrvmcmwIXwLQHaF2BRJdGA2I6az5jcrphButk4wFqzak1kHQCgHSpUo6z7UdB+ybUaZIpkcsAypTTaJcmVRsPUJAhzqOXnXcjM5SmpJdn6wP44qej2us1JN+HkMAKyRnwFo/HGIM3DucDjW1oXEXjJhWoO9OIlMjOOfYs79RB8w9lfZFgxkSneBpsI+SVJ68icZTx/LYLBsC/v/+o1tpBYo53lhQq1EGwHusjFkskw7mAM5bklNqVDPrH1gAq26U2UySdIWkPcTk2lRQpQapxeEiKVg4pIr7Oee/wVn3y3lPGj+uAlYCXwJEvv8VaeOeVF1sp27NTL1z1/6//MaOuicSmB4AtkqVIniP7fiDEG1sv3tZevnve+HIzlNOrAMkHxslw+30PsH3bHXx26Nd1yerV2luH7lEZzsJotQJ+UEIAKgOD/DboeN7+7YKqMSgGKktKBoxFncEaIFpuWDzB7vu3G4B3i2WNco6+nGU+neBifQYpltBqgB+P8cMav6LMNh5fZNhxho5WJ6l/7dE7zUsfnlLfGGxtMDUoQsKhAiqG1BhAAcUGC1E4++fi2q6Wlz2+dwtRhNlUo9JhRf9mKPMkGSGpwtcJGQZUIraKPPb4B6u3AOCNXVuv+tyf2LuiNrf0F4s13/m5RLg5cGb/MT5/ZlerHmo9iBYWBbyQhmniWxBCo5i6c4XIawWw0GByg700EZ75hUSoFelfBzGaOw/GV8xcaiYASyWhUMLF5gqR1wjgwmKJiYovJ7tdnC+IUeguXQcxqsZAo6RiMi76cyNcSPhLxf8HXisAKQUKATOpwHhZcb6mGbZefx3vgbLEGsEwuQWMhCQK2r4J2z9jywIGBTf1LgstK6gErevW6VpXwI5GqCQ6LvHqm4f1k69+4fRwACokLTceQIshqHD05K1Ug+OcXroLkQJrhOXRUmuA9tK75YDa0AACKsh/l0EFzj3SOl/7Hph70EhZIGWFVBXUxerX/651KoB/AQi/37aRpk2HAAAAAElFTkSuQmCC) 15 15, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECElEQVRYhb2XS4gdRRSGvzpV1d237zzM+IjEjQgBRURCgmAWuhVdCaKbiAjGjSiIqIi4CIkL8bHStYsgrhIhJgEDGpKNhPhYOCgYEjWZGTPJzGScuY++3V11XFyZm40hPcyklj99Tn91/qpzug3rWEe+f1q7ts8yPQrXYzGucGDX72Y9uaRpwMmf9qhkCTbJcFlC8B5JPa9Ob9NbAlAnCQPnqDLH9DddNHOETKgS4aNv9zaGaAygaYpmCWePXiGo8uMXV+m5IcBvC9NN0+GaBlTOYSSjPXEb7798xAC89tIu7RlLDP3NB5Ako9aKfHxyTYtJAnhqaVzQ5hZE00ZcjpFkTXO+hXM5Yv3mA9TkKDmBEYC3bbAeY5oDNLYAclAPJl1TrGkx5ieobNx8ANUWqh50BOBijoYWiTRvBY0t8DrOsAojgBhaUOdouAUWBHK8zeA6v02cIJoBU61sfQBfnTijY3cKtesQfCBKxFiPOIfDYozBGsE5Ty1KZStSu2UtSZ5uox2Fud1/8djybl2qL9OpriGmj7eKUGPryHjpGC8TxnoZhx9eNADu8y/PaFWnRDzee8TXqLWIWMSlCIaEBGs91gjBQmUDvZUfRgCylbYxTGjNNV1F7T/4MKAIARMqWjhsUExpkSIhq1q8cmq7fvb4OeP6/eEwcT3P6cPHEIFP9r3VaLK93n7upp9/6ucJTeuEdj0GgBQDoSgdp7/+Dm9ub/zypuvYjnnTHmwhGYwPAYJ4+gPD/Y88wc6dD3Do+Nl1jdWbXS+cfFTT7iRZb1gB1+mAr6AM0MnuBe/4+NCiqhoUAwMh1AYQ1BrEAIkwpb+y99mdBuDTPwpNtlasxFnmw3muVRfpFLN0yqv0+1eousv41Zqp2jFWZLT6GWl/2EndvjceNG/vP6euMEhmMAkokRAtGkCDIVQGUEARL5BELs4urO1qeabGlYbk7m1MhhqNDqspLo7TipOUYZFQLZB2hSwm5GXCm88fHN4CgA/e237Tvr/4zqpKS1j5u1jTrv4Z8H3lwsGjHD6wp9EZatyIrsxFcJGwGkbaTMQXiinTG0RuFMClGpMbpD8aPPOXAr6nxKVbMIzmLoHxJRNJPQKYH+C7il+ubxC5QQCLlweYVHFTo90uzBYkrUhelpsPUHaBUgmtUbtYmelh04BrFf8fuFEANkYYRCyjCvSXFJtW1JM3CNwogMQMEImkZnQL6EVCT7FjzQ9h8w8SCnIK7rpDrtNKPBGj1eYDtKWHaJcsDex/95Tu2P6h5tIhlw4+DBoDNP8v0C5C5Jcz9xDLaebOP0QSC0Qiq8tLjQEaj977OK5BaiCiRPQ/25XIDM80ztfYggs8aUwsMLFEYolQIBT0OdE0FQD/As6ostMcn3etAAAAAElFTkSuQmCC) 15 15, auto;}
17%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAUlEQVRYhb2XO4hdVRSGv/08jzv35qExEi1sAkoQkUTBFApWYqdYKMRCTNJroYggmCYGH5WtWEjAJgY0KgkYSRoJwUcRIxiNMHmYTGbMMLmP89p7Wdxw71RDzjCTXf6ctc63/7X3WucoVrGO/PSC9M2ImwwZ2SELcYmPdv2pVpNLtw048cse0anH+BSbeqJz6MSx99w2uSsAtfcU1lKnlj+OD5DUElJN7TUf/LCvNURrAEkSJPX8fGyOIMJvh28wtJrKa87Pn2ubDts2oLEWpVM6vY0c2v+1Ati/d5cMlUGH0foDaJ8SpKbT3TDRgvcoHEG3NrR9CaLqoG0O2k805zKszdHGrT9AIEfIiSwDMB0wDqXuAgDkKOmASiaKVRld31uVA63PgEgG4kCWAcQcCRlet28FrR3w0mXswhQghgzV5BDuggPQJTUd9LISuLgJrRo2Z6sEOHr8jMzcZ2hsn+ACUUeU8WjrsGiUUhilsNbTaKE2NYnZOEVKHqSMjqu7Z9m9+LRcay7Tr2+i1QhnBEWDbSIzlaVXebrDlO8fW1AA9vPDZ6SuE2J0OOfRrkGMRmuLtgkahcdjjMMoRTCK2gSGS2cnALneSkcpetIwI30yM6QMJUUIqFCTYjFBMJXBFJ6sznj91Hb57JkLyo6G42Fih47TR79Fa/jkwFutJtsbnRfv+Plnf+1J0ni6zQwAuig1RWk5/c1JHPe0fnnbdfLx62qm3ERSdscAQTlGpeLhJ55j585HOHLs7KrG6p2uV358SrLBBtLh2AHb74OroWqgnzwE3vLxlwsiKEQUVJpQK0AjWqE14DWb9Xn2vbxTAXx6oRC/LbIk/3I9XORmfYl+cYV+dYPRaI56sIjcGrC5sXSLlHyUko7GndS+//YO9fZ7F8SOFDpVKA8ikSAGaUCCug0ggKCdBh+ZvTY/2dXipQZbgr9/Cxt0g0SLEY+NM2SxRxXmCfU82SCQRU9eed559YvxLQA4dGD7Hdf9tTdvic40S1eLiXbjn4AbChcPH+Org3tanaHWjWjuSgQbCaMw1S5F3EhQZbJC5FoBzDaoXKHrONGuzwbcQIgLcYXINQK4OgvKV/SyZgpwrcT1BddvVohcI4ClhZJGCXbrdLfzlwt8HslDtf4AVBARTJi2i6UrQ0wSsN1ihcA1AjAxkhExTB0YLQgmrRHT+v3tAbwqUTqSqOktyIlQCI72h7D1B4mlIKNgy716mVZhiWip1x8g10OMDEiTwMF3T8mT2z+UXPfJdR8bytYA7f8LZIAQOX/mAWJ1jrm/H8XHAqUjtxb/aw3QevTu4DtpdMP4LkTkdtmFyF+81Dpf6xL8zvNKxQIVK3Ss0BRoCvqcaJsKgP8BCGGsMSgeVLwAAAAASUVORK5CYII=) 15 15, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECUlEQVRYhb2WTahVVRTHf2t/nI9737vPNMOyQROhiAjRBjkpGkQ1CcGhBUI2b1KDIjBqEFFRNA2DiEZmHyIU9KETkUAHSkSimJX0fM+nvnvPvedr79XgwbtNMs9DXcPFWf/zW2vtvdYW1mD7j+3UoZ2wxJjCjVmMy+zf/pusRct0DThwYreaLMEmGS5LiN4jqefZ0/fobQFokoTSOerMce7bgpg52sxQJ4bXv9/bGaIzgKYpmiWcPnSJoMqvny0wdisApxZPd5XDdQ1onUNMRn+wjg9f/FoAdr6wXQuxSJjcegBJMoI29GfnVn0xSRA8relc0O4ASB9ra8QMpyI+x2kPY31nuc7IkR7QI5Ks+lLbR6zHSHeA7i2gh1GPkXQqIjkDP6C28TYAaI5Rj+gUIIk9CDmp6T4KOgOkOotKxGo+BQhz9LSlDsVtAGAD1ipepgCDuIlKUrI8rA3g4OHjOnN3QusKgo9EExGbYJzHYRARrAjOJbRGaWxLatetisym91LFlIs7/mLH1V36d3uRK80CE1lCbUXLBNdGBrVjUCfMjTNOPHxZANz+T45rU6XExuPzBOMDai3GOIxLMQgJHisWK0JwlsZGxsvTLHrmLvpiGGhkRsfkdkIVKkIINOEajgYXFFtbfJnQb3J2HtmiBx87I64ce0zicSPP0YNfYgy899bLnTbbS/0n//f7CiiAjScHmrUJg3YGAFOVhrJ0HP3mB3zc0PnnXe3U1nmZq+4gr2ZXABr1TCbC/VufYtsjD3Dgq5/XtFZv1J7+8VGdKeaYGa9UwI2WwVdQNzAq7gPvePfjy6oqKAKVITQCGFQEY4DEsD7/hb3PbxOAj06WmmyOLPeGzIffudL8yaj8i1F9mclknqa4gg5HuLZgXZkxO8noTVYmqdu370F57ZUzOikEkwqSgGokRIu2oEEItQAKKMYbSCIXlhZXs7p6ocVVkGzKmRtsRqPFqsfFPnnsUYcBoZnHFzkz0TBbJ7zx3KcrtwDgzbe33HDf9+wZqskNywvlqm/hbMAXyrnPD/HFB7s7naHOg2j5UqQl0oTp0Ll0PuILRar0OpE3CWB4qaUSQcx08cyfD/iREq/dhmW0dBEaqekN2inAxQo/VHzbXifyJgEML1e0ooibZrv4R0nSj/R8fesBpAZFseFf42J5TFkEZjaW/x14swBsjORELNMKmImitsF370B3AC8VYiKpTG9BTkSDktD9EHZ+E1pKMkrW3zkNddR4IqLNrQfIzBjRgjQNvP/qEX1iyzuamRGZGeFC1RlgDW/CAiFy/vhmQn2a4dmH8LFETGT56lJngM6r93EOa2talAhE4mrbI8fY1Vmvcwt+4hkhlkisIdYYSgwlC3zXVQqAfwAye7r3TOaxlgAAAABJRU5ErkJggg==) 15 15, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAElEQVRYhb2WPYhcVRTHf+fe+z5mZucja1KYKFgkoKgESQpNI1iJnX0sRGNnkSYW2lhuobEQbEQDooUQo5ImfoXYyEYxTRA0JojImtns7E5m5+PNe+/eYzEw04W8xd0Lr/lzz3m/e+655xxhB2vlpxe1byf0GDNwY7phwOXjf8hOfJmqBh/8elIljXFxik1jQhRhkognrh/UPQEo4pipc0xTR/fSCJ868tQwjQ2vf3+qMkRlAE0SQhpz6+I6XpW1T+8wdjOAaxvXq7rDVTUoncOYlKVWh3OvfS0Ax199Wq3A0Oe7D2DiFK8FjWZ7rsVxiwgwpnJAdwAgDZzNMWZ7rtWiJnWFyJa7DwB1DA4lnisN22Kgnkimuw9gqVPTGk56c60mS7SigmCrl4LKADXtECkkujTX6mGJmle0egpUB2hqh6lAoo0FlO9QVyH32e4DpCzjrBBJOtda4QBTSUlr6T0s7wFw4atVXToYU6Y5PlKCAbExxkU4BBHBiuBcTGmgsIHEduZOmskhpmGTtRNwon9Gb5frbBU9JtJHbU5JRigzXJ4R5wXp2NM72hUA99nHq+qnCSGPiBo1TCSodRjjMDbCKMQlWLHYQvDWUljLeBDmAHWzn4Y4WiosaU7N5kx9jveBwg9w5Ki32NwSZ1ArDMevHNFfnr0hrpxEYCJG/YgfL3yJsfDuyplK6Xy6cey+97euHdZ6adlXzpLY5JmhyByr3/5AQx6o/POqq/vUn7J/uo/mtDkDKHxENhEOP/o8R489xoXzP++ord7veubyc9oZtWmPZxFw2RBsBCaH28NHKHGcfaenqoKqkGJQLwiGUgVjoMDQXv6NV07NQv/+d5nGDwcGy4Fu3GOrWGOY/csw7zGZdClGW+j2XVw5JM3GLE8s7cmskrrTbz8uZ9+4oaUTghFKAdVA8BajUKogXgAFFDWGnMDa3xvzU/X/KnETiA8F2geaaPIQVi0upNRCQu5r+MIQjSxxEDq5472XPpm9AoDTK0fu+97fenlbS2MYDBZF587vnmig3Dp/kS/OnayUQ5UL0Xg9UBLIvJ9rd/8JhG1FJklVd9UBJuslmQiZWdSBcdcz2lQ0hHtY/k8AgzUoJKdoLXr/VndKGSkS7cE8MO5NKUTxbnHayUYGccDU92AkkxxAcX5RLmQwxluPc3vQDV0IWAI5iwjYiRJswQ5uYAcTkUzBBJDFK6gRSLxiqZ6ElWcYQ0ZCRnv/wtSS4wigRWWAyhGIzZignijxfPjmFb30+VX8zSFKwPs9GEpVR0Cgv3qIq/l17M0nkZCBCWz2N3cfwIQxhSmxBEbXHsSEMQbQELgyWancyivnwEe8IBoyCPnsIwMybvFNVVcA/AeOosjuHSQvhgAAAABJRU5ErkJggg==) 15 15, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAUlEQVRYhb2XPYgdVRTHf/fzzbz39u1uiIja2AQUCSJJkzRiRFDBItaxsIjYCGqhiJVlCq1sFMFC0ih+oGliDPko1DViQIIEQyJGjCbZza7vvX0zc2fuPRYb3m4VMkuyF6b5M+fMb849/3tmFJtY+3/4QArTY0KXic0Ypozfd+9Tm8ml2wYc+OUj8dkMmc/xWQ/nZnCdHvef+1W2BMD7eaydxWbbWT16EpvNorM5tGQcPP5da4jWAJ3OLD6b49qRY4gorh8+jA4eHT3n/l5qmw7bOsD2yXTO3GAbX7/0ugLYvf8VMYWiKOPdB8h8n1pyZmfmp5pPHgfopnVB2wP0VJdgckbaT7VcO7pKcMq0BmiN3JWMblD4tM7ew+DE4KS9E1tXoBvARaET1x+Wi2KQORLtK9AaIK8E1widet1x3ZjIQ0T0FvTATBKqWtFp1gHyItKthRC2wgUTsGJwG7ZgUCaqSpFl+eYAFr5ckKLvKawlakdCo5JBY7EGlFIYq7Da0gRNLYZOs77fM6FDVSeuzO1l7+EV+bdqWK5rikwhHUNjIekG2wl4H8j0hKUnH1UAduHjE9KpNTp5VDSUtUOSwWqN0xYjkHtwGIxSRGUoG0O1OJwCdEtNr1YMGqEfhLwxVETiJFKniO2CEDFNwFOS5zU7Tp2QC48/oawrBKcV3jqOn/4K0fDWe2+08tNrz/du+/7BN2fF09BvJgBoXQq2hNOnj3CP67Z+eNt19bnH1HyqmKmKNQAXPaoQnn7oGR7etZMzn3+/qbF6u2vPZydktlqlP/kPAMu4BqchlDw4vhdLxtK7f4kShRLQ1KiY0CiUWNCg6fDbtkvsOrhHAZx/v5R/fOLSMHF+ObJsasauZEygcAW1XkXUCDtoyFJJVo7xxWgN4JF39qkLbx4TZUFpQAlJFCZqkIgSUDEigABaOxKRxcuXp281WGkIFhqfqPPIHysJowWrErlLBBOJWY0rVvF5wjdDPnnh1TUXAOw49NRt7/voxZ9F64xyuDzVetcrgjOcuXSEl7840KqHWh9E6doKCUuM5QZtmYGbY6Bap2sP0Fy7gVJdkh5PtXj1BuISKY1vEXmHALgyJKgxzWA0laqrQ8QFGje6ReAdAqiWlhHlSLaeauXiIslbQnfl7gMQSoQG2dADk+EVorGUdgsAUqpIFCSaqSbFiNoouHm83lWAShUkDVFtcAGrSGxIVK0BWn/ClBSUDNHb12d/oCARqCW0BmhdgYkeESURO31Ovf2h/PTpUcYXhySEKm6BC1ZlQkJ4YKHiXDjJzouKMo1IGm6sbMGf0SQNabQhAfedFSZpbXimJBwqfmw9ylv3wLMcU2UqCTevkoqSim/5s20qAP4Hfp/Zmx1oEdcAAAAASUVORK5CYII=) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.5%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD90lEQVRYhb2WT4hXVRTHP/fve7/fzPxGSwlq00YoQkJ0UUK5DXdBSyWiDFplBLoQgtqZFC1aFC0ipF1/RQKjTA1KCZJAgjILxGxmnNFxZn6/937v3XtPi4n5TYvAOzRzVo/DO+d83j3ve85VrMGe/P6MVNJlsACD1rIwn/h1/y61llw6N2Dfj+fElz1K4/G2xCWHMwX3vntJNgTA+83YxmHbkv53p7BSolOJDp4DH3ydDZENUFDipWTm9EkkCje++hBdWXTruXRlNjcdNjsgWEql2TTW48TLzyuAXe88J2agqPpx/QFK5WmDMNmdWPH56HEKdMg+0HyAsaBoMCzKqFjHOLpacMpkA2QjdxvoBvBhFZQxOAxO5Ssx+wS6EVwSChkV62hFb8yR1nAC2QCdKLggFGmkuK5KdNqI2A34Bya0MEzqXwCdNtKNQhM3QgU1WDG4VS3oxcSwVZS9ztoALnx6RtL4JLeDJSRHEo0Rg9UWa0EphTYKZy0xaJpo6KRRvydCwVAS16vd7H5hXqYWArfqlsoqxBuCgWQCttvguw1lMWDutYcVgL3w/udStIJLHuMMTXQoMVit8dqiNRQenDFoo5BoaFvDT4OFFYDxqKmCopeE8Sh0kmGoI3EYaYnYDggRIw0+1XR8y7a3zsrlg3uUdVWD0wFnG86cOwlac+jNI1l6evGlsTt+v3foongbGC+Wdax1HbB14PS5E9ztbHbxXJt+fYfa7IZMqOEygIsGVQWeeOBxHty5gx8+zt9oOfboK9/IpOozbgYAWJYqcAka4f6lDhbL3BvfihJQotAMUTGiUSjRoBWagp/vus3OA3sVQP12JX964epC4pfpyB+3Wq4t1dxuGypX0do+4haxmwJlUVPaCq+rZYCHXn1aXT58WJTdjtINqIIkYCIgCSUJFVsEEEBrR8Ize/XyyleF+b+4x25FvBAmI14SXSPM9BNzw0RFJBYtjj5eJ7xrOP7s/mUVAGw7evSO+774zHuidYd6YWbFF29cQ9yQ87+fYt8nB7P+oexBlGY+I7GHGJdW+aYQ11KoNjddPkBYnEHVH5HcaO7H6SnENaQ0v/4AzF6nCYow0VtxDadnEVcR3K31BxguziFBkcwotJ6dIvmSpju3/gDQIAnEjjbfoDpO7BvqYuv6AySTSB1YtYsQVdFiwIb/Dvy/AIZOkbQm+pHa0j/LJvns+vl3wtpCXYLesmXF1zhIFlqVP8WzAQYdTV8LsSg4e+yIHHtsmyyVmqWOZmg34EbUV0JScN9vF7iUGrbPX6H2iaQ0Nxfy50D26v3iESQETRJIACkBy89PXczPl92CvedRNYlGJRoStYZaw5c3czMt299sMclYPgxP+AAAAABJRU5ErkJggg==) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/UlEQVRYhb2WPYgdVRTHf/dz5r23X8bF78LCgCISJGlMYyGI2IilEAslsRRMRAk2UauASSFWNkIkIAEjalJEUUksdI2YwiBiiIQQg5vdzW52972ZN3PvPRYL+2Ih5C5uDkxzmHPmN+ec/7lXsQF7/uQPUvUNgyUY1Jbl64k/DuxQG8mlcwN2nflFvC4pjcfbEpccThfct/e83BYA33rs0GLbkv6vp7BSomOJbj17Dn+TDZENUEiBl5JrMyeQKMydPYoeWHTjOf/7fG46bHZAsJRKMzU2wRfvvqIAduzdLWagqGLcfIBSe9ogTHbH130+eZwCHbILmg/Qi4pGG1Zu6l7HOrpGcNpkA2QjdwN0E/ibqt1zBofBqXwlZlegCziEgtHHOkYxMeZITX4FsgE6SXAiFIwU17WJjkTE589AdsS4E7rwL4BOjHQJOLkNKugEKIzB3dSCCZUYJkU51dkYwMxnX4sem2YlWGJ0pKRxymC1xVhQSqGNwltLDJrQGqb8qN93FwVSJC5d3cnOp5bk74XAYr+lMgpxhqAhmYAda/DjDWVvwMKxbQrAzhz9SIqwiEvTOOcI2qHFYLXGa4vS4D14Y1BGQTSE1vDzYHkd4J6uRvUU7YSwsijcwDB0kVhHWiK2A2IiRjV4VdMpW7a+elouvP+ksi5UODSuX3HyzHHQhjcOH8jS0wuv9W75/Ynnzon3gbFeAEDrYY1tar798Rh3duvsj+fa7OePqzt6Q8b9cA3AtRFVVzzz0MM8sm07Z49/uqFj9VbtiZe/k8miz1gxAMBSr4JxoBseHKxiAywcOiRKBCWCLkAR0YCKAlqjW/htagvbd+9RAPUHl2Xop7mynLg4G7m82PLXas3casNsVXGj7SPlCnZLoOzVlJ0KX1RrAI/ue1tdeO9NUVhU1BAVSQQTI2hBtYJSEQEE0KJJDcxfvbz+V2HpCsY2PODvIkxGnCRKI4zbxGQnsdBE5mOL8318mfBlw8f7XlxTAcDW1w/ect9X9r8kutXUyyMVxLlLiKs48ecRdh1/J2uGshdR6l8jBYjVaOul618i6mkK1eSmywcI1TVUrUj1aIvH/izS/4RE2nwAblylaRUhTqy7houzSHAE4zYfYDhYQFpFklFoXc2T8DSpu/kAqGZNEXY0AwO1TIyG2uWnyx9Ck0gdSGHkE13RJgMu/Hfg/wUwtIqEJuqR2lIXJEVSfgHyLyS1hroAPTm97ms0JAutyt/i2cwDr4kiRF9w+sO35KdTx1htLpIEhrfjRtQXIQncvzDD+ZmGx7hIbRNJaa7PLW0+wMAkQqtJFu5dPcfAJDCQJHHw+yr7KM+egWePoGpJNKw9NVADX13KzbRm/wBlBcUjftR5kwAAAABJRU5ErkJggg==) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+ElEQVRYhb2WPYhcVRTHf+d+vI+Z2dlNViRqI0LAIKKSFBoE0ULEzj4WgrERBEVUsBKxSKGVlY2FWigkigTUQCJJRIlRYxEsDBG0iO7ubHYzOzPvzXvv3mOxYUe7vIXdUx7eOff3zvmfc6+wDXvm6A9aDCzTVYgTRxxGzv9+SLaTy7QNOPLqL5qQkfmETpLR856OT3n8zsu6KwBJneCmjk7MuD7+hp7L6JqMnkl44+jp1hCtAVJN6dmMa8snEVWurHzCvHH0TMKflwdt0+HaAzhcZlhc6HP8yxcE4NFDz2vHCoMi7DzAXJaQ1Mri/NyWr58klB5S07qg7QH2dAVbWfKN2WG93OM6yg1vdx5gb2czqpvMfN2uRYZK4ttPYvsWdEC8kqezwzq5QN+Txl2owFyuNwFmE5d1IiYP5LoLGujOKXYq/wPo5YGyoyTVLkzBQgbWWdL/9HtPP1JNhX1Zvj2AC2c+1yTcjmn6mOCRaEjF4o1DHIgIWME7h2kEqR39dNbvfXMpo2nEXTvMicPruv5Pw421mmEhNGqZNlDEhrGrKJKKaTbhxOoDAuAunPtQU1vj6xFWMryxWFWMCThTg1FIFGtBrMEGg60do8nSFsBix5B1Bd9XtKfE3FJPAzEENuqAOhANYCskKSGveXL/WT115TFx3hd4MXh1fHH6K8Dw2tvvtZqnxZe7t/z9kf4l1aTB9BoAjKHE2ZIzP59jcZ9vfXhb+3jpIUn3TEnnppsAXgISC546fC8HDhzk4vnj27pWb9VefORb9fNjTG8CgIMRGA+m4u6FES7C6qV3VVAExeQgJmAMSFTAYAL89vdeDj5xVADKE+9rHBwgDucJS/PUaz0Go8D6qGKpKFitx6zqBjdcwygr8VlBkhWbAPc9/JZc+fV1FXGIGAhCFMVKAKeIUcQGFFALRg2xgcHyX1t/1WTr0LlInCSE+UNE7dK1Oc55JI9IFShDTenHFEnEJBWffvSs3KwA7H/w2C33fePqc2qMoayHW76Qr6Cp5+TKHxx555VWGmq9iKJZJjoIcbb1oltGM0/a34XLqLHLSCNEme39YJdQ54k27jwA7hpVJTSmv+WaVkuoeBr8zgNMwyoqQgyz0FIHREmopLPzAMFWiIPgZhqY2CHBWMrtFLRtwDRGokD9n3ZrXlAHC3mz8wCjqRCjoQgzxTceQjdQbWOHtn7CjEpYK0HMbVu+cQXTCGXdnqB1BVYnhhCUJqR8ffZN/f7HzxiMrhIjDKe78CIajpUYYeGuC/x0ueKe+6+yVkY0Glaur+88wNokIo0hRujdcYm1yaYaNUY+OFa0XoWtNfDS08i4jBRVZFJFJiVMSvjuVNtMm/YvvCqx186OWPcAAAAASUVORK5CYII=) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8klEQVRYhb2XS6hWVRSAv7X3Puc//+P+v5qREkETQUuJ0kkSRbNo5twGQQZBk4JqIEQOHdQoaBgVEgRhD0MSrIykNMqJJSQGPbh1X97r/zjvvVeDG/e/Q4/w3wVnsjhrre+s1z5buAM5cvR7zZYtNgVNHToMnP3tkNyJr8ZGR1/8WatbQj0SzNggE8EPoV4VPp3f39ifaWoQVzGd4NjuEhYnX9JzCV2T0DMxrx87rzMH6JgW/Tjhj8UziCrXlk4xMI6eifnr6nJTd7imBj3niBLDzm19PvzseQF48tBzqlaYz/zsAeaSmLhSdgzmNnSDOKaIIDGNE9ocYHtXsKUlGU2DddsRUUdpRXb2ANs6IA668VTX7VrMUImi5pPYvAQdkEhpt6bB2m1B+hGtsAUZ6LX1f4DpxLU6Adv2JLoFPdCZU1whJJsAem1P0VGicgumYFsC1llam+o96AfqQtiVtO8M4NI3pzWu7sbVA6yPkGCIxeKMgBNEBLEG5wymFmxlmGtN671rrsWkCOyfP8y5w2s6/LdmuFoxyoRaLUUNWaiZuJI0LsmSlPdWHhIAd+niu9qyFZGZYKVFZMCqYAzrAAaIA9auQ1gv2MoxTOc3AHZ0DElXiPuK9BTalrrwBO8ZV57gAPWoLSHO0XbFkT0X9PT1J8RFcUYkhkgdn5w/CxhePfFWo3nqvdS97fdf6F9RjWukVwNgjOQ4m/PVT99y1+6ocfCm8s7CwxJtL4jminWASDxCxlOP7WXf3oP8ePHjxidaE3nl0a/VDiZILwXAIWMwEZiS+3eOcQorv7ypIoqgmDaI9RgBUQUMpoZf/97BwcePCUD+xdsaFmLCzQfwC32q1R7pOGZtXLKQZSxXE1Z0xC1XM0pyXJJh42wd4MFHTsj1a6+pGIdgIAhBFGs8WEWsIs6jgAJGDcHD8tKfG19Vt9eg7wjFZfzgAEFHiE3oOMc9bYOWntRXTKIJEgeIS0598Mz6FADs2Xfytus++udZNdaQ18MNne8soWnEmYXfOfrGy416qPEiCm6RAHidbr0QLaLtiNZgCw6j0ixiRQh2uvd9tIBGEcGF2QNUzFMh5L6/oSuqBdRE1BLNHmBUrOBU8GFqmrNMsDGldGYPUFISFIpNPZC6Ib625NLYXXOAIgSyANWmcueSEYylkHr2AJNCCMGQ+WnHjwOU6smb92Dze8E4h9UcjNm5oUtLKAMUVfMt3jgDN1OD94r3LT6/cFy/u/wRy+MbaIBhsQV/RKOJEgJ07r3E5asl9x24wa08EIJh6eba7AFW04CpDSFAa/cVVtP1wmsIvH8ym/3l9PjTyCQPZOX6k+aQ5vDDuaae1uU/j/G2ow03GS4AAAAASUVORK5CYII=) 15 15, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFElEQVRYhb2WS4gdVRCGv/Ps7jtvE0Q0CzfxQRDRBMFZ6FbcSMCNEEHRKOJKEF2oiCsRH7hwJ+JCRFASSYghBo0mGwmBuAlZGF8Jzpg7yWTGO3NvP88pFyP3ivhIX0wKzuanq/rrrjpVpRjDPtr5jUzmhokBTAwsplew47t5NU4s3dbh410nZcqnZKln0qd0nCFxhlPXfy1XBWDOe2asZbNNOdT/nNQqUg1eB77cfaA1RGuAmSRhzqccXDqAEuHDC3uwOsfrhounzrYNh23rMGktnVQzNzvNU/ufUACP77hHlMkJeX7lASZSj6kLZmcmh5r3ERxo3Vx5ADcR0JWg10bpdplCOhrj2l+E1gB0CrAN+GoomQmN9ATlWkcbB6BBXI1K4lBSGbjpDBOvwh+QrEJcjSSjfMeOELISLa0v1RgAU4IqGyQJQy1kBdKpCFV95QFIc4yNKDdKQZyuUGVBlnbGA/ji+KeySU1iew2uCegYMU5hrQZjUUqhtMF6iw45pq4xU4NhkGT2NLHcwvxiwur829KcH1CvVKg8wYiHxtJETWVTKp8ySC23Lz+kAOwnx9+XkNRoF3HW4WqN0YK2Gus1KA2JxziD0gZDwNQ1vZMjAH1dByVnkLyLrNyEyQKhVISQE+oItkMQRWUihW+oM8/Rrfvk3jMPKFu4nNRpCmfZ+9kxNJqXn3urVTlPPPLMZT//7fR70nhNM7mRfV3rgtoW7D9yDL3JtX55W7uj+5gq56Cc2ihirV2gUjnz993Cnbdu59CJPWON1cu1r+5+V/ozDWuTG43M9lmnwRGpSG9cR1k4uPymoARRQqWhUQGlQStBofEaqtPXsHP7bgXQLd6RqZ4n/tIjfN+l/nmFYmGd6sI6eTenX9/FmhgaO0ORKvI0suo3Bpd9etsr6o0zz0upLKnSJCiIgphAQAhKaFQAAQSc1rgI5y6eG37VQrPKtR3L9BZPaGaIVpDMEKctcTYjLJ+m7m+j7yqibyg9PPnBwxu3AODZra9ddt5fXXtUMq05X/SG2tlwgUIcRw7/yIu79v5DrH1/q7ZuRL/GJWyEtTDqhItxiUocdXIVZsFCs0RHKX6Lo76/ELoU4rgU4794/k8AiyziKkVspofaUtllII7lpv08bg3QLZfxopiII9fF4iJZ9KxVY86CNjagohbQMqqBhUGPJBhU0X62tfYoYqSIkP0p3SuS42tDQvudsPUG0ZSKUBrqMKr4QYQVCdTta7A9QFXAoIA5vXmkVVBHaOr2Xbw1QBgkSN+ShIwXjr4kW1+/Wcp1TbGuycvW7x9jJesbiHD8hhNUp4QfbvuJWGh01Kxe6v13gL9Y+9Z1cE50EyACESJ/JD4CD663jtd+jb1/RcVCE6uNQ2E3zuExKhD4HdqMzlDniuzeAAAAAElFTkSuQmCC) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur71627 3.3333333333333s linear infinite forwards;
}
